Which of the following numbers would you multiply -3/4 by to equal 1?
@Sbcardinals

Answers

Answer 1

Answer: Just multiply -3/4 by -4/3 :)

You have to multiply -3/4 by a negative number to make it positive and the 3/4 cancels out into 1 when multiplied by 4/3. Hope this helped!

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'Word Problems Involving Products and Factoring'Find two consecutive positive numbers such that the product of the sum and difference of the numbers plus 8 is the sum of their squares.

Answers

$x,x+1- two\ consecutive\ numbers\n\n Condition:\nx>0\ and\ x+1>0\nx>0\ and\ x>-1\n\n (x+x+1)(x+1-x)+8=x^2+(x+1)^2\n\n(2x+1)*1+8=x^2+x^2+2x+1\n\n2x+1+8=2x^2+2x+1\n\n-2x^2+2x-2x=1-8-1\n\n-2x^2=-8\ \ |:(-2)\n\nx^2=4\n\nx=2\ \ or\ \ x=-2\ -\ reject\ conditions\ are\ not\ satisfied\n\nTwo\ consecutive\ numbers\ are:\ 2\ and\ 3.$

Lauren’s age can be represented by the expression 10m2. Kristen’s age can be represented by the expression 2m5.What is the ratio of Lauren’s age to Kristen’s age?

Answers

The ratio of Lauren's Age to Kristen's Age = $\rm5:m^3$

Ratio of two numbers is a quantitative relationship between two numbers showing that how one number is increasing or decreasing with respect to other number.

If a and b are two numbers then the their ratio r is represented by the equation (1)

$r = a:b......(1)$

Lauren' s Age = $10m^2$

Kristien's Age = $2m^5$

For Finding out the ratio of two numbers we simply divide them.

Let x be the ratio of Lauren's age to Kristen's age, = x = $\rm10m^2$ / $\rm2m^5$ .....(2)

On simplifying equation (2) we get

x = $\rm5/m^3$

So the ratio of Lauren's Age to Kristen's Age = $\rm5:m^3$

For more information please refer to the link below

brainly.com/question/21379025

Given:
Lauren's age = $10 m^(2)$
Kristen's age = $2 m^(5)$

ratio of Lauren's age to Kristen's age = $(10 m^(2) )/(2 m^(5) )$

= $(2 * 5* m^(2) )/(2* m^(5) )$

= $(5 )/( m^(5-2) )$

= $(5 )/( m^(3) )$

So, the ratio is 5 : m³

Solve each equation by graphing. Round to the nearest tenth. 6x^2+18x=0

Answers

I hope this helps you

6 (x^2+3x)=0

x (x+3)=0

x=0

x+3=0

x= -3

HELLLPPP!y = -1/2x^2 + 2
y = -2x^2 + 3
y = -3/4x^2
y = -4/5x^2 - 5

For the quadratic equations shown here, which statement is true?

A) The graphs open upward.
B) The graphs open downward.
C) The graphs are symmetric about the x-axis.
D) The graphs are listed from narrowest to widest.

Answers

The correct answer is this one: "B) The graphs open downward. " Negative quadratic functions will give you a downward graph.

The equations
y = -1/2x^2 + 2
y = -2x^2 + 3
y = -3/4x^2
y = -4/5x^2 - 5

are all negative. So they are facing downward.

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